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Ch 1 Exploring Data
Ch 10 Introduction to Inference
Ch 11 Inference for Means
Ch 12 Inference for Proportions
Ch 13 Inference for Distributions
Ch 14 Inference for Regression
Ch 2 Exploring Data
Ch 3 Examining Relationships
Ch 4 More on Two-Variable Data
Ch 5 Producing Data
Ch 6 Probability
Ch 7 Random Variables
Ch 8 Binomial & Geometric Random Variables
Ch 9 Sampling Distributions
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Ch 7 Random Variables
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Chapter 7: Random Variables (Total Time: 14 Days)
• Discrete and Continuous Random Variables
KA 12:
Introduction to Random Variables
o Introduction; discrete random variables
o Continuous random variables – uniform & normal
•
Means and Variances of Random Variables
KA 5:
Variance of a population
KA:6
Sample variance
-
Thinking about how we can estimate the variance of a population by looking at the data in a sample.
KA 86:
Statistics: Variance of a Population
KA 87:
Statistics: Sample Variance
KA 7:
Review and intuition why we divide by n-1 for the unbiased sample variance
KA 8:
Simulation showing bias in sample variance
Actual simulaion:
Simulation showing bias in sample variance
KA 9:
Simulation providing evidence that (n-1) gives us unbiased estimate
Actual simulaion:
Will it converge to -1?
KA 74:
Another simulation giving evidence that (n-1) gives us an unbiased estimate of variance
KA 11:
Statistics: Alternate Variance Formulas
o Mean and variance of a discrete random variable
o Law of large numbers; rules for means
KA 24:
Law of Large Numbers
The mean of your sample is going to converge to the true mean of the population or to the expected value of the random variable.
Gambler's Fallacy
o Rules for variances and independence
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Chapter 7: Random Variables (Total Time: 14 Days)
• Discrete and Continuous Random Variables
KA 12:Introduction to Random Variables
o Introduction; discrete random variables
o Continuous random variables – uniform & normal
• Means and Variances of Random Variables
KA 5: Variance of a population
KA:6 Sample variance - Thinking about how we can estimate the variance of a population by looking at the data in a sample.
KA 86: Statistics: Variance of a Population
KA 87: Statistics: Sample Variance
KA 7: Review and intuition why we divide by n-1 for the unbiased sample variance
KA 8: Simulation showing bias in sample variance
Actual simulaion: Simulation showing bias in sample variance
KA 9: Simulation providing evidence that (n-1) gives us unbiased estimate
Actual simulaion: Will it converge to -1?
KA 74: Another simulation giving evidence that (n-1) gives us an unbiased estimate of variance
KA 11:Statistics: Alternate Variance Formulas
o Mean and variance of a discrete random variable
o Law of large numbers; rules for means
KA 24:Law of Large Numbers
The mean of your sample is going to converge to the true mean of the population or to the expected value of the random variable.
Gambler's Fallacy
o Rules for variances and independence